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Handbook of Tilting Theory
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16
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Published By Cambridge University Press
9780511735134
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Latest Documents
Most Cited Documents
Contributed Authors
Related Sources
Related Keywords
Cotilting dualities
Handbook of Tilting Theory
◽
10.1017/cbo9780511735134.013
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2010
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pp. 345-358
Author(s):
Riccardo Colpi
◽
Kent R. Fuller
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Infinite dimensional tilting modules and cotorsion pairs
Handbook of Tilting Theory
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10.1017/cbo9780511735134.011
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2010
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pp. 279-322
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Cited By ~ 11
Author(s):
Jan Trlifaj
Keyword(s):
Tilting Modules
◽
Infinite Dimensional
◽
Cotorsion Pairs
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Basic results of classical tilting theory
Handbook of Tilting Theory
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10.1017/cbo9780511735134.002
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2010
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pp. 9-14
Author(s):
Lidia Angeleri Hügel
◽
Dieter Happel
◽
Henning Krause
Keyword(s):
Tilting Theory
◽
Classical Tilting
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Representations of finite groups and tilting
Handbook of Tilting Theory
◽
10.1017/cbo9780511735134.014
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2010
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pp. 359-392
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Cited By ~ 1
Author(s):
Joseph Chuang
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Jeremy Rickard
Keyword(s):
Finite Groups
◽
Representations Of Finite Groups
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Fourier-Mukai transforms
Handbook of Tilting Theory
◽
10.1017/cbo9780511735134.007
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2010
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pp. 147-178
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Cited By ~ 12
Author(s):
Lutz Hille
◽
Michel Van den Bergh
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Morita theory in stable homotopy theory
Handbook of Tilting Theory
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10.1017/cbo9780511735134.015
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2010
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pp. 393-412
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Cited By ~ 1
Author(s):
Brooke Shipley
Keyword(s):
Homotopy Theory
◽
Stable Homotopy
◽
Stable Homotopy Theory
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Morita Theory
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Tilting modules for algebraic groups and finite dimensional algebras
Handbook of Tilting Theory
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10.1017/cbo9780511735134.009
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2010
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pp. 215-258
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Cited By ~ 11
Author(s):
Stephen Donkin
Keyword(s):
Algebraic Groups
◽
Tilting Modules
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Finite Dimensional
◽
Finite Dimensional Algebras
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Combinatorial aspects of the set of tilting modules
Handbook of Tilting Theory
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10.1017/cbo9780511735134.010
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2010
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pp. 259-278
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Cited By ~ 2
Author(s):
Luise Unger
Keyword(s):
Tilting Modules
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Derived categories and tilting
Handbook of Tilting Theory
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10.1017/cbo9780511735134.005
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2010
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pp. 49-104
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Cited By ~ 8
Author(s):
Bernhard Keller
Keyword(s):
Derived Categories
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Tilting theory and homologically finite subcategories with applications to quasihereditary algebras
Handbook of Tilting Theory
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10.1017/cbo9780511735134.008
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2010
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pp. 179-214
◽
Cited By ~ 4
Author(s):
Idun Reiten
Keyword(s):
Tilting Theory
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